Optimal prediction of underresolved dynamics

  1. Alexandre J. Chorin,
  2. Anton P. Kast, and
  3. Raz Kupferman
  1. Department of Mathematics, Lawrence Berkeley National Laboratory, Mail Stop 50A-2152, 1 Cyclotron Road, Berkeley, CA 94720

Abstract

A method is presented for computing the average solution of problems that are too complicated for adequate resolution, but where information about the statistics of the solution is available. The method involves computing average derivatives by interpolation based on linear regression, and an updating of a measure constrained by the available crude information. Examples are given.

Footnotes

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